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Distance and fractional isomorphism in Steiner triple systems

โœ Scribed by A. D. Forbes; M. J. Grannell; T. S. Griggs

Publisher
Springer Milan
Year
2007
Tongue
Italian
Weight
634 KB
Volume
56
Category
Article
ISSN
0009-725X

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๐Ÿ“œ SIMILAR VOLUMES

Ubiquitous configurations in Steiner tri
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A Steiner triple system S is a C-ubiquitous (where C is a configuration) if every line of S is contained in a copy of C, and is n-ubiquitous if it is C-ubiquitous for every n-line configuration C. We determine the spectrum of 4-ubiquitous Steiner triple systems as well as the spectra of C-ubiquitous

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By adopting a functional viewpoint of Mendelsohn and Steiner triple systems, questions of continuity are investigated. The main result is that at most one section ofa Steiner triple system defined on the real line can be continuous. Applying the concept of continuity to finite systems a complete cha